Published by Pearson

Used
/
PAPERBACK /
Quantity Available: 0

We're sorry; this specific copy is no longer available. AbeBooks has millions of books. We've listed similar copies below.

0130882542 USED BOOK in good condition| No supplements| Normal wear to cover, edges, spine, corners, and pages | Writing / highlighting | Inventory stickers | Satisfaction guaranteed!. Bookseller Inventory #

Title: **Algebra: Pure and Applied**

Publisher: **Pearson**

Binding: **PAPERBACK**

Book Condition: **Good**

Published by
Prentice Hall

ISBN 10: 0130882542
ISBN 13: 9780130882547

Used
Quantity Available: 1

Seller

Rating

**Book Description **Prentice Hall. Book Condition: Good. Used books may not include access codes or one time use codes. Proven Seller with Excellent Customer Service. Choose expedited shipping and get it FAST. Bookseller Inventory # GRE-E03-545

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson 6/3/2001
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

New
PAPERBACK
Quantity Available: 1

Seller

Rating

**Book Description **Pearson 6/3/2001, 2001. PAPERBACK. Book Condition: New. 0130882542 BRAND NEW. Over 1,000,000 satisfied customers since 1997! We ship daily M-F. Choose expedited shipping (if available) for much faster delivery. Delivery confirmation on all US orders. Bookseller Inventory # Z0130882542ZN

More Information About This Seller | Ask Bookseller a Question

ISBN 10: 0130882542
ISBN 13: 9780130882547

Used
Quantity Available: 1

Seller

Rating

**Book Description **Book Condition: Good. Book Condition: Good. Bookseller Inventory # 97801308825474.0

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

Used
Softcover
Quantity Available: 1

Seller

Rating

**Book Description **Pearson, 2001. Book Condition: Used. This Book is in Good Condition. Clean Copy With Light Amount of Wear. 100% Guaranteed. Summary: Preface. Acknowledgments 0. Background. Sets and Maps. Equivalence Relations and Partitions. Properties of Z. Complex Numbers. Matrices. A. GROUP THEORY. 1. Groups. Examples and Basic Concepts. Subgroups. Cyclic Groups. Permutations. 2. Group Homomorphisms. Cosets and Lagrange's Theorem. Homomorphisms. Normal Subgroups. Quotient Groups. Automorphisms. 3. Direct Products and Abelian Groups. Examples and Definitions. Computing Orders. Direct Sums. Fundamental Theorem of Finite Abelian Groups. 4. Group Actions. Group Actions and Cayley's Theorem. Stabilizers and Orbits in a Group Action. Burnside's Theorem and Applications. Conjugacy Classes and the Class Equation. Conjugacy in S n and Simplicity of A 5. The Sylow Theorems. Applications of the Sylow Theorems. 5. Composition Series. Isomorphism Theorems. The Jordan-Hlder Theorem. Solvable Groups. B. RINGS AND FIELDS. 6. Rings. Examples and Basic Concepts. Integral Domains. Fields. 7. Ring Homomorphisms. Definitions and Basic Properties. Ideals. The Field of Quotients. 8. Rings of Polynomials. Basic Concepts and Notation. The Division Algorithm in Fx. More Applications of the Division Algorithm. Irreducible Polynomials. Cubic and Quartic Polynomials. Ideals in Fx. Quotient Rings of Fx. The Chinese Remainder Theorem for Fx. 9. Euclidean Domains. Division Algorithms and Euclidean Domains. Unique Factorization Domains. Gaussian Integers. 10. Field Theory. Vector Spaces. Algebraic Extensions. Splitting Fields. Finite Fields. 11. Geometric Constructions. Constructible Real Numbers. Classical Problems. Constructions with Marked Ruler and Compass. Cubics and Quartics Revisited. 12. Galois Theory. Galois Groups. The Fundamental Theorem of Galois Theory. Galois Groups of Polynomials. Geometric Constructions Revisited. Radical Extensions. 13. Historical Notes. From Ahmes the Scribe to Omar Khayyam. From Gerolamo Cardano to C. F. Gauss. From Evariste Galois to Emmy Noether. C. SELECTED TOPICS. 14. Symmetries. Linear Transformations. Isometries. Symmetry Groups. Platonic Solids. Subgroups of the Special Orthogonal Group. Further Reading. 15. Grobner Bases. Lexicographic Order. A Division Algorithm. Dickson's Lemma. The Hilbert Basis Theorem. Grbner Bases and the Division Algorithm. Further Reading. 16. Coding Theory. Linear Binary Codes. Error Correction and Coset Decoding. Standard Generator Matrices. The Syndrome Method. Cyclic Codes. Further Reading. 17. Boolean Algebras. Lattices. Boolean Algebras. Circuits. Further Reading. Answers and Hints to Selected Exercises. Bibliography. Index. Bookseller Inventory # ABE_book_usedgood_0130882542

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson

ISBN 10: 0130882542
ISBN 13: 9780130882547

Used
Quantity Available: 3

Seller

Rating

**Book Description **Pearson. Book Condition: Good. Good copy ready to ship same or next day! May not include supplemental materials such as CDs and access codes. Cover shows normal wear and pages contain some marking/highlighting. Choose Expedited Shipping for delivery in 2-6 days! Thank you!. Bookseller Inventory # ING-2900130882546

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

New
Softcover
Quantity Available: 1

Seller

Rating

**Book Description **Pearson, 2001. Book Condition: New. Brand New, Unread Copy in Perfect Condition. A+ Customer Service! Summary: Preface. Acknowledgments 0. Background. Sets and Maps. Equivalence Relations and Partitions. Properties of Z. Complex Numbers. Matrices. A. GROUP THEORY. 1. Groups. Examples and Basic Concepts. Subgroups. Cyclic Groups. Permutations. 2. Group Homomorphisms. Cosets and Lagrange's Theorem. Homomorphisms. Normal Subgroups. Quotient Groups. Automorphisms. 3. Direct Products and Abelian Groups. Examples and Definitions. Computing Orders. Direct Sums. Fundamental Theorem of Finite Abelian Groups. 4. Group Actions. Group Actions and Cayley's Theorem. Stabilizers and Orbits in a Group Action. Burnside's Theorem and Applications. Conjugacy Classes and the Class Equation. Conjugacy in S n and Simplicity of A 5. The Sylow Theorems. Applications of the Sylow Theorems. 5. Composition Series. Isomorphism Theorems. The Jordan-Hlder Theorem. Solvable Groups. B. RINGS AND FIELDS. 6. Rings. Examples and Basic Concepts. Integral Domains. Fields. 7. Ring Homomorphisms. Definitions and Basic Properties. Ideals. The Field of Quotients. 8. Rings of Polynomials. Basic Concepts and Notation. The Division Algorithm in Fx. More Applications of the Division Algorithm. Irreducible Polynomials. Cubic and Quartic Polynomials. Ideals in Fx. Quotient Rings of Fx. The Chinese Remainder Theorem for Fx. 9. Euclidean Domains. Division Algorithms and Euclidean Domains. Unique Factorization Domains. Gaussian Integers. 10. Field Theory. Vector Spaces. Algebraic Extensions. Splitting Fields. Finite Fields. 11. Geometric Constructions. Constructible Real Numbers. Classical Problems. Constructions with Marked Ruler and Compass. Cubics and Quartics Revisited. 12. Galois Theory. Galois Groups. The Fundamental Theorem of Galois Theory. Galois Groups of Polynomials. Geometric Constructions Revisited. Radical Extensions. 13. Historical Notes. From Ahmes the Scribe to Omar Khayyam. From Gerolamo Cardano to C. F. Gauss. From Evariste Galois to Emmy Noether. C. SELECTED TOPICS. 14. Symmetries. Linear Transformations. Isometries. Symmetry Groups. Platonic Solids. Subgroups of the Special Orthogonal Group. Further Reading. 15. Grobner Bases. Lexicographic Order. A Division Algorithm. Dickson's Lemma. The Hilbert Basis Theorem. Grbner Bases and the Division Algorithm. Further Reading. 16. Coding Theory. Linear Binary Codes. Error Correction and Coset Decoding. Standard Generator Matrices. The Syndrome Method. Cyclic Codes. Further Reading. 17. Boolean Algebras. Lattices. Boolean Algebras. Circuits. Further Reading. Answers and Hints to Selected Exercises. Bibliography. Index. Bookseller Inventory # ABE_book_new_0130882542

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

New
Paperback
Quantity Available: 1

Seller

Rating

**Book Description **Pearson, 2001. Paperback. Book Condition: New. book. Bookseller Inventory # 0130882542

More Information About This Seller | Ask Bookseller a Question

Published by
Prentice Hall
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

New
Paperback
Quantity Available: 1

Seller

Rating

**Book Description **Prentice Hall, 2001. Paperback. Book Condition: New. Bookseller Inventory # SONG0130882542

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson Education
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

Used
Quantity Available: 3

Seller

Rating

**Book Description **Pearson Education, 2001. HRD. Book Condition: Used - Very Good. Used - Very Good Book.Shipped from US within 10 to 14 business days. Established seller since 2000. Bookseller Inventory # I0-9780130882547

More Information About This Seller | Ask Bookseller a Question

Published by
Pearson Education
(2001)

ISBN 10: 0130882542
ISBN 13: 9780130882547

Used
Quantity Available: 3

Seller

Rating

**Book Description **Pearson Education, 2001. HRD. Book Condition: Used - Very Good. Used - Very Good Book. Shipped from US in 4 to 14 days (standard) 3 to 8 days (expedited). Established seller since 2000. Bookseller Inventory # I0-9780130882547

More Information About This Seller | Ask Bookseller a Question